Hedging需要开发可优化的版本
本帖最后由 大河弯弯 于 2023-11-3 13:15 编辑需要的功能如下
开仓条件
均线偏离开平仓均线值,和偏离波动计算K线,和波动倍数。
双均线分离开仓长短均线值,双均线分离开仓点数。
STO指标。
开仓控制功能。
平仓条件
移动止盈功能和总体止损功能。
对冲功能
末单对冲对冲最远订单,末单盈利按波动的计算K线数和波动倍数。
加仓条件加仓按波动的多少根K线值,和波动倍数。 末单累加功能,和末单倍数功能。加仓限制的加仓间隔K线,和挂单点数功能。加仓条件的均线偏离开仓均线值,和偏离波动计算K线,和波动倍数。加仓条件的STO指标。 所有波动按日线波动,所有周期按当前周期。
知道了,亲,请排除等待一些时日
EA邦高老师 发表于 2023-11-7 20:05
知道了,亲,请排除等待一些时日
好的,高老师,有一个地方需要修改,STO的开仓和加仓改成V型开仓,双线排列。
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
大河弯弯 发表于 2023-11-8 13:29
好的,高老师,有一个地方需要修改,STO的开仓和加仓改成V型开仓,双线排列。
你要的是mt4还是mt5版本。亲
唐老师 发表于 2023-11-14 15:56
你要的是mt4还是mt5版本。亲
需要MT5版本,唐老师
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